Translation for "magnitudi" to english

Magnitudi

• the magnitude of
• magnitude

Translation examples

the magnitude of

Kirkkaus vaihtelee 13 kuukauden jaksoissa 3,5 ja 10,9 magnitudin välillä.
The magnitude of R Hydrae varies over a period of 389 days, between 3.5 and 10.9.

29. elokuuta 2016 Katlassa havaittiin maanjäristyksiä, joista voimakkaimmat olivat 4,5 ja 4,6 magnitudia.
In the first 8 months of 2018, there were 26 earthquakes between the magnitudes of 2.9 and 4.6 recorded.

Nelipaikan differentiaalin avulla voidaan laskea nelinopeuden magnitudi: ‖ U ‖ 2 = U μ U μ = d X μ d τ d X μ d τ = d X μ d X μ d τ 2 = c 2 , {\displaystyle \|\mathbf {U} \|^{2}=U^{\mu }U_{\mu }={\frac {dX^{\mu }}{d\tau }}{\frac {dX_{\mu }}{d\tau }}={\frac {dX^{\mu }dX_{\mu }}{d\tau ^{2}}}=c^{2}\,,} Todetaan, että kaikkien hiukkasten ja kappaleiden nelinopeuden magnitudi on aina valonnopeus c: ‖ U ‖ 2 = c 2 {\displaystyle \|\mathbf {U} \|^{2}=c^{2}\,} Normi voidaan esittää myös muodossa: ‖ U ‖ 2 = γ ( u ) 2 ( c 2 − u ⋅ u ) , {\displaystyle \|\mathbf {U} \|^{2}={\gamma (\mathbf {u} )}^{2}\left(c^{2}-\mathbf {u} \cdot \mathbf {u} \right)\,,} josta saadaan edelleen: c 2 = γ ( u ) 2 ( c 2 − u ⋅ u ) , {\displaystyle c^{2}={\gamma (\mathbf {u} )}^{2}\left(c^{2}-\mathbf {u} \cdot \mathbf {u} \right)\,,} mikä yksinkertaistuu Lorentzin tekijän määritelmäksi.
Using the differential of the four-position, the magnitude of the four-velocity can be obtained: ‖ U ‖ 2 = U μ U μ = d X μ d τ d X μ d τ = d X μ d X μ d τ 2 = c 2 , {\displaystyle \|\mathbf {U} \|^{2}=U^{\mu }U_{\mu }={\frac {dX^{\mu }}{d\tau }}{\frac {dX_{\mu }}{d\tau }}={\frac {dX^{\mu }dX_{\mu }}{d\tau ^{2}}}=c^{2}\,,} in short, the magnitude of the four-velocity for any object is always a fixed constant: ‖ U ‖ 2 = c 2 {\displaystyle \|\mathbf {U} \|^{2}=c^{2}\,} The norm is also: ‖ U ‖ 2 = γ ( u ) 2 ( c 2 − u ⋅ u ) , {\displaystyle \|\mathbf {U} \|^{2}={\gamma (\mathbf {u} )}^{2}\left(c^{2}-\mathbf {u} \cdot \mathbf {u} \right)\,,} so that: c 2 = γ ( u ) 2 ( c 2 − u ⋅ u ) , {\displaystyle c^{2}={\gamma (\mathbf {u} )}^{2}\left(c^{2}-\mathbf {u} \cdot \mathbf {u} \right)\,,} which reduces to the definition of the Lorentz factor.

magnitude

Nykyaikaiset magnitudiasteikot kalibroidaan vastaamaan Richterin magnitudia.
Magnitude is measured in the Richter magnitude scale.

Absoluuttinen kirkkaus on −2,73 magnitudia.
Its apparent magnitude is 3.73.

Se loistaa +9,60 magnitudin voimakkuudella.
It shines at magnitude +9.5.

Tällöin sen kirkkaus on −4,6 magnitudia.
Its apparent magnitude is 4.62.

Tähden näennäinen kirkkaus V on 6.698 magnitudia.
Its apparent magnitude is 6.92.

Valonvaihtelu on alle 0,2 magnitudin luokkaa.
The maximum amplitude is only 0.18 magnitudes.

Kirkkaudeltaan M26 on 7,66 magnitudia.
Some sources have reported the magnitude as Ms 7.6.